Real closed field
= Real closed field
{wiki=Real_closed_field}
A **real closed field** is a type of field in which certain algebraic properties analogous to those of the real numbers hold. More formally, a field \\( K \\) is called a real closed field if it satisfies the following conditions: 1. **Algebraically Closed**: Every non-constant polynomial in one variable with coefficients in \\( K \\) has a root in \\( K \\).